{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "784c9a58",
   "metadata": {},
   "source": [
    "# 向绘图中添加网格线\n",
    "使用 Pyplot，使用 grid() 函数将网格线添加到绘图中。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "9bd89dae",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "42833d1e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "x = np.array([80, 85, 90, 95, 100, 105, 110, 115, 120, 125])\n",
    "y = np.array([240, 250, 260, 270, 280, 290, 300, 310, 320, 330])\n",
    "\n",
    "plt.title(\"Sports Watch Data\")\n",
    "plt.xlabel(\"Average Pulse\")\n",
    "plt.ylabel(\"Calorie Burnage\")\n",
    "\n",
    "plt.plot(x, y)\n",
    "\n",
    "plt.grid()\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "377e48b6",
   "metadata": {},
   "source": [
    "# 指定要显示的网格线\n",
    "使用 grid() 函数中的轴参数来指定要显示的网格线。\n",
    "\n",
    "合法值为：“x”、“y”和“both”。 默认值为“both”。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "5411ccc8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "x = np.array([80, 85, 90, 95, 100, 105, 110, 115, 120, 125])\n",
    "y = np.array([240, 250, 260, 270, 280, 290, 300, 310, 320, 330])\n",
    "\n",
    "plt.title(\"Sports Watch Data\")\n",
    "plt.xlabel(\"Average Pulse\")\n",
    "plt.ylabel(\"Calorie Burnage\")\n",
    "\n",
    "plt.plot(x, y)\n",
    "\n",
    "plt.grid(axis = 'x')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "324a6ba4",
   "metadata": {},
   "source": [
    "# 设置网格的线属性\n",
    "可以设置网格的线条属性，如下所示：grid(color = 'color', linestyle = 'linestyle', linewidth = number)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "3dd024fb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "x = np.array([80, 85, 90, 95, 100, 105, 110, 115, 120, 125])\n",
    "y = np.array([240, 250, 260, 270, 280, 290, 300, 310, 320, 330])\n",
    "\n",
    "plt.title(\"Sports Watch Data\")\n",
    "plt.xlabel(\"Average Pulse\")\n",
    "plt.ylabel(\"Calorie Burnage\")\n",
    "\n",
    "plt.plot(x, y)\n",
    "\n",
    "plt.grid(color = 'green', linestyle = '--', linewidth = 1.5)\n",
    "\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.10"
  },
  "toc": {
   "base_numbering": 1,
   "nav_menu": {},
   "number_sections": true,
   "sideBar": true,
   "skip_h1_title": false,
   "title_cell": "Table of Contents",
   "title_sidebar": "Contents",
   "toc_cell": false,
   "toc_position": {},
   "toc_section_display": true,
   "toc_window_display": false
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
